Rješenja nekih zadataka iz popravnog
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Zadatak 4
ID Zadatak 1 Zadatak 3 a) b)
2008-001 x⋅y⋅(y+z), x⋅y⋅(z+y), y⋅x⋅(y+z), y⋅x⋅(z+y), (y+z)⋅x⋅y, (y+z)⋅y⋅x, (z+y)⋅x⋅y, (z+y)⋅y⋅x 1...1 11110010 10011111 (323031)5 154B
2008-002 x⋅y, y⋅x 1...1 11110000 11100111 (7G93A7)17 2122120022
2008-003 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 11111101 (200330)4 HG
2008-004 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 11001010 (533010)7 4E3E
2008-005 x+z+y, y+x+z, y+z+x, z+x+y 1...1 11110010 00101101 (320001)6 1122303
2008-006 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11110111 11100000 (223002)4 3021021
2008-007 (x+z)⋅x⋅z, (x+z)⋅z⋅x, x⋅z⋅(x+z), x⋅z⋅(z+x), (z+x)⋅x⋅z, (z+x)⋅z⋅x, z⋅x⋅(x+z), z⋅x⋅(z+x) 1...1 11111101 00101100 (220002)4 308ED
2008-008 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111011 10011111 (445526)7 148
2008-009 x+z, z+x 1...1 11111010 10111110 (58DEGC)18 201320222
2008-010 x⋅z, z⋅x 1...1 11110010 10011110 (103122)4 1BF7
2008-011 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111000 01001110 (141131)6 37B6
2008-012 x⋅y+y⋅z, x⋅y+z⋅y, (x+y)⋅(y+z), (x+y)⋅(z+y), (y+x)⋅(y+z), (y+x)⋅(z+y), y⋅z+x⋅y, y⋅z+y⋅x, y⋅x+y⋅z, y⋅x+z⋅y, (y+z)⋅(x+y), (y+z)⋅(y+x), (z+y)⋅(x+y), (z+y)⋅(y+x), z⋅y+x⋅y, z⋅y+y⋅x 1...1 11111001 00011001 (D5026)14 3131
2008-013 x⋅y+z, (x+y)⋅z, (y+x)⋅z, y⋅x+z, z⋅(x+y), z⋅(y+x), z+x⋅y, z+y⋅x 1...1 11110101 11010001 (2C9608)14 CD0
2008-014 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111011 01100110 (307530)9 B3
2008-015 (x+y)⋅z+x⋅y, (x+y)⋅z+y⋅x, (x+y)⋅(x⋅y+z), (x+y)⋅(y⋅x+z), (x+y)⋅(z+x⋅y), (x+y)⋅(z+y⋅x), (x⋅y+z)⋅(x+y), (x⋅y+z)⋅(y+x), x⋅y+(x+y)⋅z, x⋅y+(y+x)⋅z, x⋅y+z⋅(x+y), x⋅y+z⋅(y+x), (x+z)⋅y+x⋅z, (x+z)⋅y+z⋅x, (x+z)⋅(x⋅z+y), (x+z)⋅(y+x⋅z), (x+z)⋅(y+z⋅x), (x+z)⋅(z⋅x+y), (x⋅z+y)⋅(x+z), (x⋅z+y)⋅(z+x), x⋅z+(x+z)⋅y, x⋅z+y⋅(x+z), x⋅z+y⋅(z+x), x⋅z+(z+x)⋅y, (x+y⋅z)⋅(y+z), (x+y⋅z)⋅(z+y), (x+z⋅y)⋅(y+z), (x+z⋅y)⋅(z+y), x⋅(y+z)+y⋅z, x⋅(y+z)+z⋅y, x⋅(z+y)+y⋅z, x⋅(z+y)+z⋅y, (y+x)⋅z+x⋅y, (y+x)⋅z+y⋅x, (y+x)⋅(x⋅y+z), (y+x)⋅(y⋅x+z), (y+x)⋅(z+x⋅y), (y+x)⋅(z+y⋅x), (y⋅x+z)⋅(x+y), (y⋅x+z)⋅(y+x), y⋅x+(x+y)⋅z, y⋅x+(y+x)⋅z, y⋅x+z⋅(x+y), y⋅x+z⋅(y+x), (y+z)⋅x+y⋅z, (y+z)⋅x+z⋅y, (y+z)⋅(x+y⋅z), (y+z)⋅(x+z⋅y), (y+z)⋅(y⋅z+x), (y+z)⋅(z⋅y+x), (y⋅z+x)⋅(y+z), (y⋅z+x)⋅(z+y), y⋅z+x⋅(y+z), y⋅z+x⋅(z+y), y⋅z+(y+z)⋅x, y⋅z+(z+y)⋅x, y⋅(x+z)+x⋅z, y⋅(x+z)+z⋅x, y⋅(z+x)+x⋅z, y⋅(z+x)+z⋅x, (y+x⋅z)⋅(x+z), (y+x⋅z)⋅(z+x), (y+z⋅x)⋅(x+z), (y+z⋅x)⋅(z+x), (z+x)⋅y+x⋅z, (z+x)⋅y+z⋅x, (z+x)⋅(x⋅z+y), (z+x)⋅(y+x⋅z), (z+x)⋅(y+z⋅x), (z+x)⋅(z⋅x+y), (z⋅x+y)⋅(x+z), (z⋅x+y)⋅(z+x), z⋅x+(x+z)⋅y, z⋅x+y⋅(x+z), z⋅x+y⋅(z+x), z⋅x+(z+x)⋅y, (z+y)⋅x+y⋅z, (z+y)⋅x+z⋅y, (z+y)⋅(x+y⋅z), (z+y)⋅(x+z⋅y), (z+y)⋅(y⋅z+x), (z+y)⋅(z⋅y+x), (z⋅y+x)⋅(y+z), (z⋅y+x)⋅(z+y), z⋅y+x⋅(y+z), z⋅y+x⋅(z+y), z⋅y+(y+z)⋅x, z⋅y+(z+y)⋅x, (z+x⋅y)⋅(x+y), (z+x⋅y)⋅(y+x), (z+y⋅x)⋅(x+y), (z+y⋅x)⋅(y+x), z⋅(x+y)+x⋅y, z⋅(x+y)+y⋅x, z⋅(y+x)+x⋅y, z⋅(y+x)+y⋅x 1...1 11110010 01111100 (26AB04)14 427A05
2008-016 x+z+y, y+x+z, y+z+x, z+x+y 1...1 11111101 00100011 (3A411B)13 221112110220
2008-017 x⋅y+x⋅z, x⋅y+z⋅x, (x+z)⋅(x+y), (x+z)⋅(y+x), (x+y)⋅(x+z), (x+y)⋅(z+x), x⋅z+x⋅y, x⋅z+y⋅x, (y+x)⋅(x+z), (y+x)⋅(z+x), y⋅x+x⋅z, y⋅x+z⋅x, z⋅x+x⋅y, z⋅x+y⋅x, (z+x)⋅(x+y), (z+x)⋅(y+x) 1...1 11110001 00001011 (AA7C94)19 78655
2008-018 x⋅y+y⋅z, x⋅y+z⋅y, (x+y)⋅(y+z), (x+y)⋅(z+y), (y+x)⋅(y+z), (y+x)⋅(z+y), y⋅z+x⋅y, y⋅z+y⋅x, y⋅x+y⋅z, y⋅x+z⋅y, (y+z)⋅(x+y), (y+z)⋅(y+x), (z+y)⋅(x+y), (z+y)⋅(y+x), z⋅y+x⋅y, z⋅y+y⋅x 1...1 11110010 10001000 (86C839)15 701B
2008-019 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11110010 00001110 (5902B0)13 81137
2008-020 x+y⋅z, x+z⋅y, x⋅(y+z), x⋅(z+y), (y+z)⋅x, y⋅z+x, z⋅y+x, (z+y)⋅x 1...1 11111000 00101110 (ABI291)19 C81
2008-021 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11110110 11111101 (G4CD2)18 8F
2008-022 x⋅z, z⋅x 1...1 11110000 00000110 (AFEBCA)18 350
2008-023 x⋅y⋅(x+z), x⋅y⋅(z+x), (x+z)⋅x⋅y, (x+z)⋅y⋅x, y⋅x⋅(x+z), y⋅x⋅(z+x), (z+x)⋅x⋅y, (z+x)⋅y⋅x 1...1 11111000 01011011 (7395B1)13 136264
2008-024 x+y+y⋅z, x+y+z⋅y, y+x+y⋅z, y+x+z⋅y, y⋅z+x+y, y⋅z+y+x, z⋅y+x+y, z⋅y+y+x 1...1 11110101 00001110 (56A4A8)12 627
2008-025 x+y+y⋅z, x+y+z⋅y, y+x+y⋅z, y+x+z⋅y, y⋅z+x+y, y⋅z+y+x, z⋅y+x+y, z⋅y+y+x 1...1 11110110 01000001 (41G1GF)18 11D
2008-026 (x+z)⋅y, x⋅z+y, y+x⋅z, y+z⋅x, y⋅(x+z), y⋅(z+x), z⋅x+y, (z+x)⋅y 1...1 11110110 11001000 (111320)4 122222202201
2008-027 x⋅y+z, (x+y)⋅z, (y+x)⋅z, y⋅x+z, z+x⋅y, z+y⋅x, z⋅(x+y), z⋅(y+x) 1...1 11111011 00110010 (368524)9 5992
2008-028 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 00101111 (303615)7 142507
2008-029 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11110001 10011000 (2F50H3)18 501099
2008-030 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 00000101 (55A22A)15 204314
2008-031 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11110110 11111001 (5286G0)18 CCCC
2008-032 x⋅y⋅(y+z), x⋅y⋅(z+y), y⋅x⋅(y+z), y⋅x⋅(z+y), (y+z)⋅x⋅y, (y+z)⋅y⋅x, (z+y)⋅x⋅y, (z+y)⋅y⋅x 1...1 11111010 11100100 (1F4853)19 1B23
2008-033 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11110111 11001100 (86G91E)19 95DFF
2008-034 (x+y)⋅z+x⋅y, (x+y)⋅z+y⋅x, (x+y)⋅(x⋅y+z), (x+y)⋅(y⋅x+z), (x+y)⋅(z+x⋅y), (x+y)⋅(z+y⋅x), (x⋅y+z)⋅(x+y), (x⋅y+z)⋅(y+x), x⋅y+(x+y)⋅z, x⋅y+(y+x)⋅z, x⋅y+z⋅(x+y), x⋅y+z⋅(y+x), (x+z)⋅y+x⋅z, (x+z)⋅y+z⋅x, (x+z)⋅(x⋅z+y), (x+z)⋅(y+x⋅z), (x+z)⋅(y+z⋅x), (x+z)⋅(z⋅x+y), (x⋅z+y)⋅(x+z), (x⋅z+y)⋅(z+x), x⋅z+(x+z)⋅y, x⋅z+y⋅(x+z), x⋅z+y⋅(z+x), x⋅z+(z+x)⋅y, (x+y⋅z)⋅(y+z), (x+y⋅z)⋅(z+y), (x+z⋅y)⋅(y+z), (x+z⋅y)⋅(z+y), x⋅(y+z)+y⋅z, x⋅(y+z)+z⋅y, x⋅(z+y)+y⋅z, x⋅(z+y)+z⋅y, (y+x)⋅z+x⋅y, (y+x)⋅z+y⋅x, (y+x)⋅(x⋅y+z), (y+x)⋅(y⋅x+z), (y+x)⋅(z+x⋅y), (y+x)⋅(z+y⋅x), (y⋅x+z)⋅(x+y), (y⋅x+z)⋅(y+x), y⋅x+(x+y)⋅z, y⋅x+(y+x)⋅z, y⋅x+z⋅(x+y), y⋅x+z⋅(y+x), (y+z)⋅x+y⋅z, (y+z)⋅x+z⋅y, (y+z)⋅(x+y⋅z), (y+z)⋅(x+z⋅y), (y+z)⋅(y⋅z+x), (y+z)⋅(z⋅y+x), (y⋅z+x)⋅(y+z), (y⋅z+x)⋅(z+y), y⋅z+x⋅(y+z), y⋅z+x⋅(z+y), y⋅z+(y+z)⋅x, y⋅z+(z+y)⋅x, y⋅(x+z)+x⋅z, y⋅(x+z)+z⋅x, y⋅(z+x)+x⋅z, y⋅(z+x)+z⋅x, (y+x⋅z)⋅(x+z), (y+x⋅z)⋅(z+x), (y+z⋅x)⋅(x+z), (y+z⋅x)⋅(z+x), (z+x)⋅y+x⋅z, (z+x)⋅y+z⋅x, (z+x)⋅(x⋅z+y), (z+x)⋅(y+x⋅z), (z+x)⋅(y+z⋅x), (z+x)⋅(z⋅x+y), (z⋅x+y)⋅(x+z), (z⋅x+y)⋅(z+x), z⋅x+(x+z)⋅y, z⋅x+y⋅(x+z), z⋅x+y⋅(z+x), z⋅x+(z+x)⋅y, (z+y)⋅x+y⋅z, (z+y)⋅x+z⋅y, (z+y)⋅(x+y⋅z), (z+y)⋅(x+z⋅y), (z+y)⋅(y⋅z+x), (z+y)⋅(z⋅y+x), (z⋅y+x)⋅(y+z), (z⋅y+x)⋅(z+y), z⋅y+x⋅(y+z), z⋅y+x⋅(z+y), z⋅y+(y+z)⋅x, z⋅y+(z+y)⋅x, (z+x⋅y)⋅(x+y), (z+x⋅y)⋅(y+x), (z+y⋅x)⋅(x+y), (z+y⋅x)⋅(y+x), z⋅(x+y)+x⋅y, z⋅(x+y)+y⋅x, z⋅(y+x)+x⋅y, z⋅(y+x)+y⋅x 1...1 11111100 11100000 (80A873)13 5364
2008-035 (x+z)⋅y, x⋅z+y, y⋅(x+z), y⋅(z+x), y+x⋅z, y+z⋅x, z⋅x+y, (z+x)⋅y 1...1 11111011 11001110 (572C19)19 984
2008-036 (x+y)⋅x⋅y, (x+y)⋅y⋅x, x⋅y⋅(x+y), x⋅y⋅(y+x), (y+x)⋅x⋅y, (y+x)⋅y⋅x, y⋅x⋅(x+y), y⋅x⋅(y+x) 1...1 11111000 01110011 (712585)9 811183
2008-037 (x+z)⋅x⋅z, (x+z)⋅z⋅x, x⋅z⋅(x+z), x⋅z⋅(z+x), (z+x)⋅x⋅z, (z+x)⋅z⋅x, z⋅x⋅(x+z), z⋅x⋅(z+x) 1...1 11111101 00110101 (511320)6 171
2008-038 x⋅y+x+z, x⋅y+z+x, x+z+x⋅y, x+z+y⋅x, y⋅x+x+z, y⋅x+z+x, z+x+x⋅y, z+x+y⋅x 1...1 11110111 11001010 (121443)5 2A5
2008-039 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111010 10101111 (540452)11 4451401
2008-040 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111001 01011000 (7856HD)19 101200101
2008-041 x⋅z⋅(y+z), x⋅z⋅(z+y), (y+z)⋅x⋅z, (y+z)⋅z⋅x, z⋅x⋅(y+z), z⋅x⋅(z+y), (z+y)⋅x⋅z, (z+y)⋅z⋅x 1...1 11111010 11110011 (6A588B)13 42150415
2008-042 x⋅z+y, (x+z)⋅y, y⋅(x+z), y⋅(z+x), y+x⋅z, y+z⋅x, (z+x)⋅y, z⋅x+y 1...1 11111000 01101010 (143403)6 6911F
2008-043 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11110111 01110110 (464312)14 12003303
2008-044 x+z+y⋅z, x+z+z⋅y, y⋅z+x+z, y⋅z+z+x, z+x+y⋅z, z+x+z⋅y, z⋅y+x+z, z⋅y+z+x 1...1 11110100 01011111 (226644)7 B0638
2008-045 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11110010 10101000 (8G3G1B)19 10317434
2008-046 x+z, z+x 1...1 11110111 10010100 (46AD94)17 370377
2008-047 x+z+x⋅z, x+z+z⋅x, x⋅z+x+z, x⋅z+z+x, z+x+x⋅z, z+x+z⋅x, z⋅x+x+z, z⋅x+z+x 1...1 11110011 01100110 (2F1DB4)17 1731
2008-048 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11110100 11110111 (200133)4 10C5CB
2008-049 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 01000000 (169B63)13 58C0
2008-050 y+z, z+y 1...1 11110101 10000101 (606AB9)15 405
2008-051 x⋅y+x⋅z, x⋅y+z⋅x, (x+z)⋅(x+y), (x+z)⋅(y+x), (x+y)⋅(x+z), (x+y)⋅(z+x), x⋅z+x⋅y, x⋅z+y⋅x, (y+x)⋅(x+z), (y+x)⋅(z+x), y⋅x+x⋅z, y⋅x+z⋅x, z⋅x+x⋅y, z⋅x+y⋅x, (z+x)⋅(x+y), (z+x)⋅(y+x) 1...1 11111101 00010101 (301403)5 24443
2008-052 (x+y)⋅(x+z), (x+y)⋅(z+x), x⋅z+x⋅y, x⋅z+y⋅x, x⋅y+x⋅z, x⋅y+z⋅x, (x+z)⋅(x+y), (x+z)⋅(y+x), y⋅x+x⋅z, y⋅x+z⋅x, (y+x)⋅(x+z), (y+x)⋅(z+x), (z+x)⋅(x+y), (z+x)⋅(y+x), z⋅x+x⋅y, z⋅x+y⋅x 1...1 11111000 01010011 (234261)7 101
2008-053 (y+z)⋅y⋅z, (y+z)⋅z⋅y, y⋅z⋅(y+z), y⋅z⋅(z+y), (z+y)⋅y⋅z, (z+y)⋅z⋅y, z⋅y⋅(y+z), z⋅y⋅(z+y) 1...1 11110011 01010000 (23CDEC)17 403303
2008-054 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11110110 01111111 (556A38)12 3AC05
2008-055 y⋅z, z⋅y 1...1 11110011 01101100 (472654)14 411410
2008-056 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111001 10001000 (203130)4 1139709
2008-057 (x+z)⋅(y+z), (x+z)⋅(z+y), x⋅z+y⋅z, x⋅z+z⋅y, y⋅z+x⋅z, y⋅z+z⋅x, (y+z)⋅(x+z), (y+z)⋅(z+x), z⋅x+y⋅z, z⋅x+z⋅y, (z+y)⋅(x+z), (z+y)⋅(z+x), (z+x)⋅(y+z), (z+x)⋅(z+y), z⋅y+x⋅z, z⋅y+z⋅x 1...1 11110011 10111010 (5177B9)15 6716
2008-058 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11110001 00110000 (554901)11 160404
2008-059 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11110100 01100111 (220462)7 6A4C
2008-060 x⋅y, y⋅x 1...1 11110000 11111010 (722344)12 AF
2008-061 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11110101 01100010 (AH8646)18 291918
2008-062 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111010 10010110 (61A780)15 313453
2008-063 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11110001 01101001 (99H810)19 DAC47
2008-064 x+z, z+x 1...1 11110111 01000001 (4H7DE3)18 6521330
2008-065 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 01001000 (476245)11 E2C7
2008-066 x⋅(y+z), x⋅(z+y), x+y⋅z, x+z⋅y, y⋅z+x, (y+z)⋅x, (z+y)⋅x, z⋅y+x 1...1 11111101 10001011 (686488)17 60206
2008-067 x⋅y, y⋅x 1...1 11111100 00010101 (331650)9 36329
2008-068 x⋅z, z⋅x 1...1 11111011 11010000 (221001)5 4CE35
2008-069 x⋅y+y+z, x⋅y+z+y, y⋅x+y+z, y⋅x+z+y, y+z+x⋅y, y+z+y⋅x, z+y+x⋅y, z+y+y⋅x 1...1 11111101 01110010 (532C6B)13 4051143
2008-070 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11110111 10000110 (120302)4 1021E
2008-071 x⋅y+z, (x+y)⋅z, (y+x)⋅z, y⋅x+z, z⋅(x+y), z⋅(y+x), z+x⋅y, z+y⋅x 1...1 11111001 00001110 (1F41B0)17 13C3
2008-072 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11110000 00100011 (4337A7)11 2BG33
2008-073 x⋅y+z, (x+y)⋅z, (y+x)⋅z, y⋅x+z, z+x⋅y, z+y⋅x, z⋅(x+y), z⋅(y+x) 1...1 11111101 01101110 (424424)9 8040D
2008-074 x⋅y, y⋅x 1...1 11110011 01010001 (43DDG2)18 455
2008-075 (x+y)⋅y⋅z, (x+y)⋅z⋅y, (y+x)⋅y⋅z, (y+x)⋅z⋅y, y⋅z⋅(x+y), y⋅z⋅(y+x), z⋅y⋅(x+y), z⋅y⋅(y+x) 1...1 11111001 01101110 (321023)7 3GAI
2008-076 x+y+x⋅z, x+y+z⋅x, x⋅z+x+y, x⋅z+y+x, y+x+x⋅z, y+x+z⋅x, z⋅x+x+y, z⋅x+y+x 1...1 11111100 01001000 (151125)6 15364533
2008-077 (y+z)⋅y⋅z, (y+z)⋅z⋅y, y⋅z⋅(y+z), y⋅z⋅(z+y), (z+y)⋅y⋅z, (z+y)⋅z⋅y, z⋅y⋅(y+z), z⋅y⋅(z+y) 1...1 11110011 00110000 (83803D)14 24855
2008-078 (x+z)⋅(y+z), (x+z)⋅(z+y), x⋅z+y⋅z, x⋅z+z⋅y, y⋅z+x⋅z, y⋅z+z⋅x, (y+z)⋅(x+z), (y+z)⋅(z+x), z⋅x+y⋅z, z⋅x+z⋅y, (z+y)⋅(x+z), (z+y)⋅(z+x), (z+x)⋅(y+z), (z+x)⋅(z+y), z⋅y+x⋅z, z⋅y+z⋅x 1...1 11110001 11101001 (557886)11 334C
2008-079 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 00100011 (113052)6 51A19
2008-080 y⋅z, z⋅y 1...1 11111010 00001101 (566404)14 391
2008-081 x+y+z, x+z+y, y+z+x, z+y+x 1...1 11110110 10101011 (175332)18 211947
2008-082 x+y⋅z, x+z⋅y, x⋅(y+z), x⋅(z+y), (y+z)⋅x, y⋅z+x, z⋅y+x, (z+y)⋅x 1...1 11111000 01000001 (A49B92)12 3777
2008-083 (x+z)⋅y⋅z, (x+z)⋅z⋅y, y⋅z⋅(x+z), y⋅z⋅(z+x), (z+x)⋅y⋅z, (z+x)⋅z⋅y, z⋅y⋅(x+z), z⋅y⋅(z+x) 1...1 11110011 11111110 (519156)14 8554
2008-084 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111001 10001111 (420365)11 1BG05
2008-085 x+y+x⋅y, x+y+y⋅x, x⋅y+x+y, x⋅y+y+x, y+x+x⋅y, y+x+y⋅x, y⋅x+x+y, y⋅x+y+x 1...1 11111011 01100101 (213240)5 1A04
2008-086 (x+y)⋅z, x⋅y+z, y⋅x+z, (y+x)⋅z, z+x⋅y, z+y⋅x, z⋅(x+y), z⋅(y+x) 1...1 11110011 10110100 (16B91D)15 453
2008-087 (x+y)⋅z, x⋅y+z, y⋅x+z, (y+x)⋅z, z⋅(x+y), z⋅(y+x), z+x⋅y, z+y⋅x 1...1 11110110 00110111 (528238)12 1399
2008-088 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 00001110 (430116)7 213403
2008-089 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11110101 10110110 (515220)6 120222
2008-090 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11110111 00011001 (4A65E5)17 167756
2008-091 x⋅y⋅z, x⋅z⋅y, y⋅z⋅x, z⋅y⋅x 1...1 11111101 01001110 (627DG6)18 21021146
2008-092 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11110101 01011011 (BBECFB)19 10101210
2008-093 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111001 11000000 (897433)13 122210102022
2008-094 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11110110 10000001 (226542)7 310013204
2008-095 (x+y)⋅(x+z), (x+y)⋅(z+x), x⋅z+x⋅y, x⋅z+y⋅x, x⋅y+x⋅z, x⋅y+z⋅x, (x+z)⋅(x+y), (x+z)⋅(y+x), y⋅x+x⋅z, y⋅x+z⋅x, (y+x)⋅(x+z), (y+x)⋅(z+x), (z+x)⋅(x+y), (z+x)⋅(y+x), z⋅x+x⋅y, z⋅x+y⋅x 1...1 11111010 01010111 (79A7A9)11 34C
2008-096 x⋅z⋅(y+z), x⋅z⋅(z+y), (y+z)⋅x⋅z, (y+z)⋅z⋅x, z⋅x⋅(y+z), z⋅x⋅(z+y), (z+y)⋅x⋅z, (z+y)⋅z⋅x 1...1 11110110 01000101 (436013)7 53AA
2008-097 y+z, z+y 1...1 11111010 10110010 (844C75)17 11250450
2008-098 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11110101 10111100 (4312AA)13 50021
2008-099 x+z, z+x 1...1 11110000 01011100 (298D73)15 18AEB6
2008-100 x⋅(y+z), x⋅(z+y), x+y⋅z, x+z⋅y, (y+z)⋅x, y⋅z+x, z⋅y+x, (z+y)⋅x 1...1 11111100 10001100 (113442)6 1122020131
2008-101 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 11110001 00100101 (847277)17 14111033
2008-102 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11110110 10011100 (55000)6 3556
2008-103 x⋅y⋅z, y⋅x⋅z, z⋅x⋅y, z⋅y⋅x 1...1 11110011 10010010 (321030)4 11014132
2008-104 x⋅y, y⋅x 1...1 11110001 11011100 (522702)15 1042101
2008-105 x⋅z, z⋅x 1...1 11110100 00001111 (135113)6 20104565
2008-106 x+y, y+x 1...1 11110001 10100110 (C2F9HA)18 125503
2008-107 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111010 00100111 (C03DC0)14 A90H5
2008-108 y+z, z+y 1...1 11110010 01001011 (105152)6 1315633
2008-109 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11110101 00010101 (210042)5 120440
2008-110 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 11111001 01110011 (182731)13 443A
2008-111 x+y, y+x 1...1 11111101 11110011 (D653F9)18 A161A2
2008-112 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11110111 11011110 (343101)5 3B95
2008-113 (x+y)⋅z, x⋅y+z, y⋅x+z, (y+x)⋅z, z+x⋅y, z+y⋅x, z⋅(x+y), z⋅(y+x) 1...1 11110001 10100111 (1EHD04)18 440IE
2008-114 x⋅y+y+z, x⋅y+z+y, y⋅x+y+z, y⋅x+z+y, y+z+x⋅y, y+z+y⋅x, z+y+x⋅y, z+y+y⋅x 1...1 11110001 10001111 (412230)5 2241C
2008-115 x+z, z+x 1...1 11110011 00001110 (352015)6 3233110321
2008-116 x⋅z+y⋅z, x⋅z+z⋅y, (x+z)⋅(y+z), (x+z)⋅(z+y), (y+z)⋅(x+z), (y+z)⋅(z+x), y⋅z+x⋅z, y⋅z+z⋅x, (z+x)⋅(y+z), (z+x)⋅(z+y), z⋅y+x⋅z, z⋅y+z⋅x, z⋅x+y⋅z, z⋅x+z⋅y, (z+y)⋅(x+z), (z+y)⋅(z+x) 1...1 11110011 00100010 (231023)4 4250261
2008-117 (x+y)⋅y⋅z, (x+y)⋅z⋅y, (y+x)⋅y⋅z, (y+x)⋅z⋅y, y⋅z⋅(x+y), y⋅z⋅(y+x), z⋅y⋅(x+y), z⋅y⋅(y+x) 1...1 11111010 10101000 (425812)11 612
2008-118 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11110110 01000101 (375827)9 343C
2008-119 y+z+y⋅z, y+z+z⋅y, y⋅z+y+z, y⋅z+z+y, z+y+y⋅z, z+y+z⋅y, z⋅y+y+z, z⋅y+z+y 1...1 11110101 00011110 (534361)7 23553
2008-120 x⋅z+y⋅z, x⋅z+z⋅y, (x+z)⋅(y+z), (x+z)⋅(z+y), (y+z)⋅(x+z), (y+z)⋅(z+x), y⋅z+x⋅z, y⋅z+z⋅x, (z+x)⋅(y+z), (z+x)⋅(z+y), z⋅y+x⋅z, z⋅y+z⋅x, z⋅x+y⋅z, z⋅x+z⋅y, (z+y)⋅(x+z), (z+y)⋅(z+x) 1...1 11111000 10001110 (A87633)15 1141511
2008-121 x⋅(y+z), x⋅(z+y), x+y⋅z, x+z⋅y, (y+z)⋅x, y⋅z+x, z⋅y+x, (z+y)⋅x 1...1 11111000 01010111 (481887)17 372B
2008-122 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11110011 01111111 (1EED1D)17 1574
2008-123 x+z+x⋅z, x+z+z⋅x, x⋅z+x+z, x⋅z+z+x, z+x+x⋅z, z+x+z⋅x, z⋅x+x+z, z⋅x+z+x 1...1 11110010 00001000 (2F85F9)19 16GB
2008-124 y⋅z, z⋅y 1...1 11111010 11000000 (30449)11 10121000
2008-125 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11110111 00011010 (401111)5 22C58
2008-126 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 11110100 (521202)7 54A4
2008-127 x+y, y+x 1...1 11110100 11001001 (302115)6 BA46C
2008-128 x+y⋅z, x+z⋅y, x⋅(y+z), x⋅(z+y), y⋅z+x, (y+z)⋅x, (z+y)⋅x, z⋅y+x 1...1 11110001 00010111 (818230)18 4461616
2008-129 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11110111 00101101 (A60A59)14 2134332
2008-130 (x+y)⋅x⋅y, (x+y)⋅y⋅x, x⋅y⋅(x+y), x⋅y⋅(y+x), (y+x)⋅x⋅y, (y+x)⋅y⋅x, y⋅x⋅(x+y), y⋅x⋅(y+x) 1...1 11110000 00001101 (193706)11 545021
2008-131 x⋅y, y⋅x 1...1 11110110 11011100 (5B7BAC)15 5C
2008-132 y+z, z+y 1...1 11111101 10010110 (8C131A)15 3CEGC
2008-133 x+z+y⋅z, x+z+z⋅y, y⋅z+x+z, y⋅z+z+x, z+x+y⋅z, z+x+z⋅y, z⋅y+x+z, z⋅y+z+x 1...1 11111001 11001110 (232210)6 3D41H
2008-134 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11110110 01111100 (456322)7 3442
2008-135 x+y+x⋅y, x+y+y⋅x, x⋅y+x+y, x⋅y+y+x, y+x+x⋅y, y+x+y⋅x, y⋅x+x+y, y⋅x+y+x 1...1 11111101 00100010 (75068D)17 1003310333
2008-136 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111000 10010100 (166056)11 I685
2008-137 x+y, y+x 1...1 11111001 11001110 (99539A)13 111000212220
2008-138 y+z, z+y 1...1 11111101 00111011 (213320)4 261
2008-139 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11110110 00000011 (7757A8)14 1883C2
2008-140 (x+z)⋅y⋅z, (x+z)⋅z⋅y, y⋅z⋅(x+z), y⋅z⋅(z+x), (z+x)⋅y⋅z, (z+x)⋅z⋅y, z⋅y⋅(x+z), z⋅y⋅(z+x) 1...1 11111011 00010101 (35404)7 1221120100111
2008-141 x⋅z, z⋅x 1...1 11111101 01010110 (D860GB)19 571
2008-142 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11110010 01111101 (716474)9 34134
2008-143 (x+y)⋅z, x⋅y+z, y⋅x+z, (y+x)⋅z, z⋅(x+y), z⋅(y+x), z+x⋅y, z+y⋅x 1...1 11110110 10000101 (173307)9 10636166
2008-144 y⋅z, z⋅y 1...1 11111101 11000110 (4637A4)12 C9D5
2008-145 x⋅z+y+z, x⋅z+z+y, y+z+x⋅z, y+z+z⋅x, z⋅x+y+z, z⋅x+z+y, z+y+x⋅z, z+y+z⋅x 1...1 11111001 10111111 (413116)7 221301
2008-146 x⋅y⋅(x+z), x⋅y⋅(z+x), (x+z)⋅x⋅y, (x+z)⋅y⋅x, y⋅x⋅(x+z), y⋅x⋅(z+x), (z+x)⋅x⋅y, (z+x)⋅y⋅x 1...1 11110010 10001011 (331A5A)11 1551
2008-147 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111010 11011100 (723938)11 11101020
2008-148 x⋅z, z⋅x 1...1 11111010 00111100 (964311)13 1234
2008-149 x⋅z+y, (x+z)⋅y, y+x⋅z, y+z⋅x, y⋅(x+z), y⋅(z+x), (z+x)⋅y, z⋅x+y 1...1 11110001 01000011 (255705)14 100011212
2008-150 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11110000 01010010 (43144)5 2121120020000
2008-151 x+z, z+x 1...1 11110010 10110010 (246150)7 200210
2008-152 x⋅z+y, (x+z)⋅y, y⋅(x+z), y⋅(z+x), y+x⋅z, y+z⋅x, (z+x)⋅y, z⋅x+y 1...1 11110010 11000010 (3A429C)13 919A8
2008-153 x⋅y+x+z, x⋅y+z+x, x+z+x⋅y, x+z+y⋅x, y⋅x+x+z, y⋅x+z+x, z+x+x⋅y, z+x+y⋅x 1...1 11110101 00001111 (110245)7 11311113130
2008-154 y+z, z+y 1...1 11111001 00101110 (6IA884)19 212B3C
2008-155 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11110011 11011001 (CB5F85)17 143000
2008-156 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11110011 11100001 (A2BCB7)18 20421342
2008-157 x+y, y+x 1...1 11110100 01011010 (B08BBH)19 180G4
2008-158 y⋅z, z⋅y 1...1 11111010 10010001 (22123)4 8462
2008-159 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11110011 11011011 (75C278)15 20101021212
2008-160 (x+y)⋅(y+z), (x+y)⋅(z+y), x⋅y+y⋅z, x⋅y+z⋅y, y⋅x+y⋅z, y⋅x+z⋅y, (y+z)⋅(x+y), (y+z)⋅(y+x), (y+x)⋅(y+z), (y+x)⋅(z+y), y⋅z+x⋅y, y⋅z+y⋅x, z⋅y+x⋅y, z⋅y+y⋅x, (z+y)⋅(x+y), (z+y)⋅(y+x) 1...1 11110100 01011111 (4A22B7)13 3A483